BibSLEIGH
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Used together with:
path (2)
induct (2)
trace (2)
algorithm (2)
tree (2)

Stem lexicograph$ (all stems)

11 papers:

CAVCAV-2015-Ben-AmramG #complexity #ranking
Complexity of Bradley-Manna-Sipma Lexicographic Ranking Functions (AMBA, SG), pp. 304–321.
TACASTACAS-2013-CookSZ #proving #termination
Ramsey vs. Lexicographic Termination Proving (BC, AS, FZ), pp. 47–61.
SACSAC-2009-BasgaluppBCFR #algorithm #induction #multi #named #search-based
LEGAL-tree: a lexicographic multi-objective genetic algorithm for decision tree induction (MPB, RCB, ACPLFdC, AAF, DDR), pp. 1085–1090.
TLCATLCA-2009-SarnatS #induction
Lexicographic Path Induction (JS, CS), pp. 279–293.
ICMLICML-2008-YamanWLd #approximate #modelling
Democratic approximation of lexicographic preference models (FY, TJW, MLL, Md), pp. 1200–1207.
KRKR-2008-YahiBLSP
A Lexicographic Inference for Partially Preordered Belief Bases (SY, SB, SL, MS, OP), pp. 507–517.
LATALATA-2007-BaturoR #standard #word
Occurrence and Lexicographic Properties of Standard Sturmian Words (PB, WR), pp. 79–90.
LATALATA-2007-StawikowskaO #on the
On Star-Free Trace Languages and their Lexicographic Representations (KS, EO), pp. 541–552.
RTARTA-2004-Toyama #higher-order #lisp #term rewriting #termination
Termination of S-Expression Rewriting Systems: Lexicographic Path Ordering for Higher-Order Terms (YT), pp. 40–54.
ICALPICALP-1997-DiekertMM #equation #normalisation #using
Solving Trace Equations Using Lexicographical Normal Forms (VD, YM, AM), pp. 336–346.
ICALPICALP-1987-Miyano #algorithm #problem
The Lexicographically First Maximal Subgraph Problems: P-Completeness and NC Algorithms (SM), pp. 425–434.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.